| Product Number | 7H70-3-23 |
| CAS | 1849218-92-3 |
| MDL Number | MFCD29767749 |
| Molecular Formula | C5H5F2NS |
| Molecular Weight | 149.16 |
| Units | Price (USD) | Availability |
|---|
PN: 7H70-3-07
CAS: 137929-13-6
Molecule Weight: 167.15
Formula: C5H4F3NS
PN: 7H70-3-23
CAS: 1849218-92-3
Molecule Weight: 149.16
Formula: C5H5F2NS
![[4-(Difluoromethyl)thiazol-2-yl]methanamine hydrochloride](data:image/png;base64,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)
PN: 7H70-7-20
CAS: 2149589-85-3
Molecule Weight: 200.63
Formula: C5H7ClF2N2S
PN: 8H15-3-03
CAS: 354587-75-0
Molecule Weight: 181.13
Formula: C5H2F3NOS
PN: 7H70-3-08
CAS: 916420-24-1
Molecule Weight: 195.2
Formula: C7H8F3NS
PN: 7H70-3-04
CAS: 958452-22-7
Molecule Weight: 182.16
Formula: C5H5F3N2S
PN: 7H70-3-21
CAS: 2149601-68-1
Molecule Weight: 149.16
Formula: C5H5F2NS
TSCA: Not listed on TSCA inventory
